Summing Amplifier Symbol
Definition: The Summing Amplifier symbol represents an operational-amplifier circuit configured with multiple inverting inputs through individual input resistors to a single virtual-ground summing node, producing an output voltage equal to the weighted sum (inverted) of its input voltages, as defined in analogue circuit design practice per IEEE 315 / ANSI Y32.2 op-amp notation.
Also known as: summing op-amp, inverting summer, adder amplifier, voltage summer, analog mixer.
What the Summing Amplifier symbol means
A summing amplifier symbol denotes a functional block built around an inverting op-amp with two or more input resistors (R1, R2, Rn) connected to the inverting (−) terminal and a feedback resistor (Rf) from the output back to the inverting terminal. The non-inverting (+) terminal is connected to ground. The output voltage equals −Rf × (V1/R1 + V2/R2 + … + Vn/Rn), so each input is weighted by the ratio Rf/Rn.
Summing amplifiers are fundamental analogue computing blocks. When all input resistors are equal and equal to Rf, the output is the simple negated sum of the inputs. By varying the resistor ratios, a designer can assign different weights to each input — making the summing amplifier useful for audio mixing, digital-to-analogue conversion, and control system signal conditioning.
How to identify the Summing Amplifier symbol
The summing amplifier symbol is drawn as a triangle (the standard op-amp body per IEEE 315 / ANSI Y32.2) pointing rightward, with multiple lines entering the left (inverting) side each carrying a resistor symbol, representing the input weighting resistors (In1, In2, In3). A single feedback line loops from the output (right apex) back to the inverting input through the feedback resistor Rf. The non-inverting input (+) is typically shown connected to ground. The overall shape resembles a standard inverting op-amp symbol extended to show multiple parallel inputs.
Function and usage boundary
A summing amplifier adds multiple analogue voltage signals together with configurable weighting. Each input voltage is divided by its series resistor relative to the feedback resistor, so the output is the inverted weighted sum of all inputs simultaneously. This allows audio channels to be mixed, binary-weighted resistor networks to implement DAC functions, or sensor offsets to be algebraically combined before further signal processing.
Standards: IEC vs ANSI
| IEC 60617 | IEC 60617-13 (amplifier symbols) specifies the triangular amplifier block with inverting and non-inverting inputs; a summing amplifier is shown as an op-amp triangle with multiple input lines and a feedback resistor — no dedicated unique glyph beyond the standard inverting amplifier with additional inputs. |
|---|---|
| ANSI/IEEE 315 | IEEE 315 / ANSI Y32.2 defines the op-amp triangle symbol with + and − input terminals and a single output; the summing configuration is represented by adding multiple input resistor paths to the inverting input, consistent with standard inverting amplifier notation. |
| Key difference | IEC and ANSI/IEEE use the same triangular op-amp body for the summing amplifier; both show multiple input resistors at the inverting terminal and a feedback resistor. The symbols are functionally identical — the difference is only in the level of detail shown on the resistor annotations. |
The displayed SVG is the live editor implementation, not a licensed reproduction or certification of an IEC or IEEE database glyph. Verify the exact official entry and project edition before issuing work.
Logical terminals
| Logical ID | Editor terminal name |
|---|---|
| in1 | In1 |
| in2 | In2 |
| in3 | In3 |
| out | Out |
Where the Summing Amplifier symbol is used
- Audio mixing consoles combining multiple microphone or line-level channels into a single output signal
- Resistor-ladder digital-to-analogue converters (R-2R DAC) where binary-weighted currents are summed
- Analogue PID controllers summing proportional, integral, and derivative error terms
- DC offset correction circuits adding a reference voltage to a signal to shift its bias point
- Signal conditioning in data-acquisition systems where multiple sensor outputs must be combined
- Active crossover networks blending low-frequency and high-frequency signal paths
- Analogue computer circuits performing mathematical addition in simulation and control
Key facts
- The Summing Amplifier is an inverting op-amp circuit with multiple input resistors converging at a virtual-ground summing node; its output equals −Rf × (V1/R1 + V2/R2 + … + Vn/Rn).
- The symbol has pins In1, In2, and In3 on the left (inverting inputs) and Out on the right, representing the standard op-amp triangle with multiple resistor-fed inputs.
- When all input resistors equal the feedback resistor (R1 = R2 = Rf), the output is the simple negated arithmetic sum of all input voltages.
- The virtual ground at the inverting input means each input source sees a load equal to its own input resistor, so inputs do not interact with each other — a key advantage for audio mixing.
- Gain for each individual input channel is independently set by the ratio −Rf/Rn, allowing different channels to have different amplification levels in a single stage.
- The summing amplifier is the core circuit of a binary-weighted R-2R DAC, where input resistors are binary-weighted (R, 2R, 4R, 8R…) to produce an analogue output proportional to a digital word.
- Common op-amps used in summing configurations include the LM741 (general purpose), TL071/TL072 (low-noise JFET input), and OPA2134 (audio-grade low distortion).
- The output polarity is inverted; a second inverting stage or a unity-gain inverter is often added after the summer when non-inverted summation is required.
Frequently asked questions
What does the summing amplifier symbol mean in a circuit diagram?
The summing amplifier symbol represents an op-amp circuit that adds multiple input voltages together with configurable weighting and inverts the result. It is drawn as a triangle (op-amp body) with two or more resistor-fed lines entering the inverting (−) input, a feedback resistor from output to inverting input, and a single output. The output equals −Rf × (V1/R1 + V2/R2 + …).
What does the summing amplifier symbol look like?
The summing amplifier symbol looks like a standard inverting op-amp triangle with multiple input lines on the left side, each passing through a resistor symbol before reaching the inverting (−) terminal. A feedback resistor connects from the output (right apex) back to the inverting input. The non-inverting (+) terminal is shown grounded. This is identical to an inverting amplifier symbol but with two or more input resistor paths instead of one.
How is a summing amplifier different from an inverting amplifier?
An inverting amplifier has a single input resistor and a single feedback resistor, amplifying one signal. A summing amplifier extends this by connecting multiple input resistors to the same inverting summing node, allowing it to combine several signals simultaneously. The mathematical output of a summing amplifier is the weighted negative sum of all inputs; an inverting amplifier outputs only the negated, scaled version of a single input.
What standard defines the summing amplifier symbol?
The summing amplifier symbol follows IEEE 315 / ANSI Y32.2 op-amp notation (triangular body with + and − terminals) and IEC 60617-13 (amplifier symbols). Neither standard assigns a unique dedicated glyph for the summing configuration; it is universally represented as the standard op-amp triangle with multiple resistor-fed inputs at the inverting terminal.
What are the input and output pins of the summing amplifier symbol?
The summing amplifier symbol shows three inverting inputs (In1, In2, In3) on the left side of the op-amp triangle, each representing an independent voltage input channel through its own weighting resistor, and one output (Out) on the right. The non-inverting input is internally connected to ground and may or may not be shown explicitly in simplified block diagrams.
What is the output voltage formula for a summing amplifier?
The output voltage is Vout = −Rf × (V1/R1 + V2/R2 + V3/R3), where Rf is the feedback resistor and R1, R2, R3 are the individual input resistors. The negative sign indicates polarity inversion. When all input resistors equal Rf, the formula simplifies to Vout = −(V1 + V2 + V3).
What are common applications of a summing amplifier?
Summing amplifiers are used in audio mixing (combining microphone channels), resistor-ladder DACs (converting a digital word to an analogue voltage), analogue PID controllers (summing P, I, and D terms), and signal-conditioning circuits that must add a fixed offset to a sensor signal. They are also used in active filter networks and analogue computing circuits.
Related symbols
- Amplifier Block symbol
- Differential Amplifier symbol
- NPN Transistor (BJT) symbol
- NPN Transistor symbol
- Op-Amp symbol
- PNP Transistor (BJT) symbol
Physical breadboard, PCB, and panel mapping
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